Constructive Nonlinear Control presents a broad repertoire of
constructive nonlinear designs not available in other works by
widening the class of systems and design tools. Several streams of
nonlinear control theory are merged and directed towards a
constructive solution of the feedback stabilization problem.
Analysis, geometric and asymptotic concepts are assembled as design
tools for a wide variety of nonlinear phenomena and structures.
Geometry serves as a guide for the construction of design
procedures whilst analysis provides the robustness which geometry
lacks. New recursive designs remove earlier restrictions on
feedback passivation. Recursive Lyapunov designs for feedback,
feedforward and interlaced structures result in feedback systems
with optimality properties and stability margins. The
design-oriented approach will make this work a valuable tool for
all those who have an interest in control theory.
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